Skew Symmetric Matrix C Program

By | October 29, 2016

Learn How To Find if a Matrix is a Skew Symmetric Matrix in C Programming. The following C programs use functions, arrays and Transpose concepts to check if a Square Matrix is Skew Symmetric or not.

What is a Skew Symmetric Matrix?

A Skew Symmetric Matrix is the one that is negative of its Transpose Matrix. A Matrix whose Transpose is negative to that of the original Matrix, it is known as a Skewed Symmetric Matrix.

Example

Input Matrix

 0   5  -4
-5   0   1
4  -1   0

Transpose Matrix

 0  -5  4
5   0   -1
-4  1   0

Since the Input Matrix and the Transpose are Negatives of each other, the Matrix is Skew Symmetrical.

Algorithm To Find Skew Matrix

 

  1. Input the Matrix from the User.
  2. Find the Transpose of the Matrix.
  3. If the Input Matrix is equal to the negative of its Transpose Matrix, then the Matrix is Skew Symmetrical.

Method 1: C Program To Find if a Matrix is Skew Symmetric Matrix or Not without Functions

Method 2: C Program To Check Skewed Symmetric Matrix using Functions

Output

C Program To Check if a Matrix is a Skew Symmetric Matrix or Not

In case you get any compilation errors or any doubts in this C Program To Check if a Matrix is Skew Symmetrical or Not, let us know about it in the comment section below.

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